The Computer Journal
The Computer Journal
复制标题
DOI：
10.1093/comjnl/9.4.419
复制
发表时间：
1958
期刊：
影响因子：
64.8
通讯作者：
M. Bhuyan;D. K. Bhattacharyya;Hossein Homaei;Hamid Reza Shahriari;Jiankun Hu;Yong Yu;Yi Mu;Guilin Wang;Ying Sun;Hassan Jameel Asghar;Josef Pieprzyk;Huaxiong Wang;Jun Zhang;Yang Xiang;Wanlei Zhou;Lei Ye;Lan Zhou;Vijay Varadharajan;M. Hitchens;Lein Harn;Chia-Yin Lee;Changlu Lin;Chin-Chen Chang;Yini Wang;Sheng Wen;Silvio Cesare;Erika Rosas;Olivier Marin;Xavier Bonnaire
中科院分区：
文献类型：
--
作者：
M. Bhuyan;D. K. Bhattacharyya;Hossein Homaei;Hamid Reza Shahriari;Jiankun Hu;Yong Yu;Yi Mu;Guilin Wang;Ying Sun;Hassan Jameel Asghar;Josef Pieprzyk;Huaxiong Wang;Jun Zhang;Yang Xiang;Wanlei Zhou;Lei Ye;Lan Zhou;Vijay Varadharajan;M. Hitchens;Lein Harn;Chia-Yin Lee;Changlu Lin;Chin-Chen Chang;Yini Wang;Sheng Wen;Silvio Cesare;Erika Rosas;Olivier Marin;Xavier Bonnaire
该表显示，即使单个函数在最小值上不趋于零，该方法也可以非常有效。8 = 0时所引用的函数值个数少于表1中对应的数，因为函数是变量的两倍，所以在实验中最好确定最小值。如果没有显示该程序对Rosenbrock（1960）最小化问题的影响的示例，本文将不完整
The table shows that the method can be very effective even if the individual functions do not tend to zero at the minimum. The number of function values quoted for 8 = 0 is less than the corresponding number in Table 1, because the minimum is better determined in the experiment, as there are twice as many functions as variables. This paper would not be complete without the example showing the effect of the procedure on Rosenbrock's (1960) minimization problem